本课程从可压缩流体动力学的基础开始讲起，内容包括控制方程、热力学背景知识和特性参数。
The course begins with the basics of compressible fluid dynamics, including governing equations, thermodynamic context and characteristic parameters.
在加工时间可压缩的排序问题中，工件的加工时间参数是不固定的，因此我们可以压缩工件原始的加工时间，产生压缩费用。
In the controllable processing time problems, time parameters of jobs may not be fixed, so we can compress the original processing time, and reduce the corresponding pressure cost.
依据分形几何理论，结合不可压缩粘性流体层流流动理论，建立基于分形参数的金属垫片泄漏模型，该模型揭示了泄漏率与密封表面形貌之间的关系。
According to the fractal geometry theory and the non-compressed viscous fluid laminar flow theory, the leakage model of metallic gasket based on fractal parameter was established.
结果表明：光场的两正交分量的涨落均可压缩，压缩程度受系统参数的影响，并且随时间呈周期性变化；
The results indicated that one of the two quadrature components of light field evolves periodically with time and can be squeezed, and the system parameters influence the squeezing depth;
结果表明：光场的两正交分量的涨落均可压缩，压缩程度受系统参数的影响，并且随时间呈周期性变化；
The results indicated that one of the two quadrature components of light field evolves periodically with time and can be squeezed, and the system parameters influence the squeezing depth;
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